SSS RULE - CONGRUENCE OF TRIANGLE #shorts

THE SIDES-SIDES-SIDES (SSS) CONGRUENCE CONDITION Two triangles are congruent if the three sides of one triangle are respectively equal to the three sides of the other triangles.

SSS Similarity Criterion : If the corresponding sides of two triangles are proportional;then they are similar

Theorem 7.4 (SSS congruence rule) : If three sides of one triangle are equal to the three sides of another triangle, then the two triangles are congruent.

In the adjoining figure AB=AC and D is the mid-point of BC.Use SSS rule of congruency to show that /_ABD~=/_ACD AD is bisector of /_A AD is perpendicular to BC

What Is A Triangles?|Types Of Triangles On The basis Of The Length Of The Sides|Congruent Figures|Congruent Triangles|Criteria For Congruence Of Triangles|NCERT Examples

OMR|Revision|Questions|Theorem (SSS Congruence Rule)|Theorem (RHS Congruence Rule)|Questions

Criteria For Congruence Of Triangle|Criteria For Congruence Of Triangles (Theorem)

Triangles - Criteria For Congruence Of Triangles|Theorem|NCERT Exercise

Criteria For Congruence Of Triangles (Axiom)|Criteria For Congruence Of Triangles ( Theorem)|NCERT Example Question

Which of the following is the correct option for the congruency of the two triangles ABC and PQR as per the SAS congruency criterion ?